![Степенные функции y=x<sup>n</sup> и y=x<sup>1/n</sup>, n∈Z. Свойства, графики. Квадратичная функция. Свойства степеней. Свойства арифметических корней. Формулы сокращенного умножения. Примеры значения степенных функций. - Инженерный справочник DPVA.ru ... Степенные функции y=x<sup>n</sup> и y=x<sup>1/n</sup>, n∈Z. Свойства, графики. Квадратичная функция. Свойства степеней. Свойства арифметических корней. Формулы сокращенного умножения. Примеры значения степенных функций. - Инженерный справочник DPVA.ru ...](https://www.dpva.ru/netcat_files/Image/GuidePhysics/PhysicsForKids/06DegreeFunction/DPVADegreeFunction01.jpg)
Степенные функции y=x<sup>n</sup> и y=x<sup>1/n</sup>, n∈Z. Свойства, графики. Квадратичная функция. Свойства степеней. Свойства арифметических корней. Формулы сокращенного умножения. Примеры значения степенных функций. - Инженерный справочник DPVA.ru ...
![calculus - Simple proof of $x^n−y^n=(x−y)(x^{n−1}+x^{n−2}y+…+xy^{n−2}+y^{n−1})$ - Mathematics Stack Exchange calculus - Simple proof of $x^n−y^n=(x−y)(x^{n−1}+x^{n−2}y+…+xy^{n−2}+y^{n−1})$ - Mathematics Stack Exchange](https://i.stack.imgur.com/G3quF.png)
calculus - Simple proof of $x^n−y^n=(x−y)(x^{n−1}+x^{n−2}y+…+xy^{n−2}+y^{n−1})$ - Mathematics Stack Exchange
If y = x^n–1 log x, then x^2 y2 + (3 – 2n) xy1 is equal to A. – (n – 1)^2 y B. (n – 1)^2 y C. – n^2y D.
![SOLVED: Let (xn) the sequence defined by x1 = lyxn = 1-2+3+ +(-1)n-14 Vnz2 Show that for every re [0, 1] we have In(l + x) pn(x) + Rn(x), where X2 X ++(- SOLVED: Let (xn) the sequence defined by x1 = lyxn = 1-2+3+ +(-1)n-14 Vnz2 Show that for every re [0, 1] we have In(l + x) pn(x) + Rn(x), where X2 X ++(-](https://cdn.numerade.com/ask_images/e455dc490f03424f9d8781940e8f1375.jpg)
SOLVED: Let (xn) the sequence defined by x1 = lyxn = 1-2+3+ +(-1)n-14 Vnz2 Show that for every re [0, 1] we have In(l + x) pn(x) + Rn(x), where X2 X ++(-
![SOLVED: Question E Find possible formula of the form y = x" for each of the following graphs: Choose the smallest possible real value of n 0 that y = 1" is SOLVED: Question E Find possible formula of the form y = x" for each of the following graphs: Choose the smallest possible real value of n 0 that y = 1" is](https://cdn.numerade.com/ask_images/68d0a2e7634c43ee947194dbe94005c6.jpg)
SOLVED: Question E Find possible formula of the form y = x" for each of the following graphs: Choose the smallest possible real value of n 0 that y = 1" is
![Use the graph to estimate the slope of the tangent line to \, y = x^n\, at the point (1, 1). Verify your answer analytically. (a) \, n={\large\frac{1}{2}}\colon\quad y=x^{1/2}\, src='6680504-a395349965435725475.png' alt='' caption='' \\\ \\\ ( Use the graph to estimate the slope of the tangent line to \, y = x^n\, at the point (1, 1). Verify your answer analytically. (a) \, n={\large\frac{1}{2}}\colon\quad y=x^{1/2}\, src='6680504-a395349965435725475.png' alt='' caption='' \\\ \\\ (](https://homework.study.com/cimages/multimages/16/6680504-b5609167687640917434.png)
Use the graph to estimate the slope of the tangent line to \, y = x^n\, at the point (1, 1). Verify your answer analytically. (a) \, n={\large\frac{1}{2}}\colon\quad y=x^{1/2}\, src='6680504-a395349965435725475.png' alt='' caption='' \\\ \\\ (
![SOLVED: Use the graph to estimate the slope of the tangent line to y = xn at the given point. Verify your answer analytically. (a) y = x−1/7, (1, 1) y'(1) = (b) y = x−4, (1, 1) y'(1) = SOLVED: Use the graph to estimate the slope of the tangent line to y = xn at the given point. Verify your answer analytically. (a) y = x−1/7, (1, 1) y'(1) = (b) y = x−4, (1, 1) y'(1) =](https://cdn.numerade.com/ask_previews/568243cf-35f4-4ddd-9765-e2b122f0b8d6_large.jpg)